A steel ball of mass `m=50g` falls from the height `h=1.0m` on the horizontal surface of a massive slab. Find the cumulative momentum that the ball imparts to the slab after numerous bounces, if every impact decreases the velocity of the ball `eta=1.25` times.

A steel ball of mass w=50gm falls from height h=1 m on the horizontal surface of a massive slab. Find the cumulative momentum imparted to the slab by the ball after numerous bounces, if the coefficient of restitution between the ball and the slab is e = 0.8.

A ball of mass 50 g falls from a height of 10 m and rebounds to a height of 5 m.Find the impulse and average force between the ball and ground if both were in contact for 0.1 second.

A rubber ball of mass 50g falls from a height of 100cm and rebounds to a height of 50cm Find the impulse and average force between the ball and the ground, if time of contact is 0.1s .

A rubber ball of mass 50 g falls from a height of 5m and rebounds to a height of 1.25 m. Find the impulse and the average force between the ball and the ground if the time for which they are in contact was 0.1s

A rubber ball of mass 50 g falls from a height of 5m and rebounds to a height of 1.25 m. Find the impulse and the average force between the ball and the ground if the time for which they are in contact was 0.1s

A rubber ball of mass 100 g falls from a height of 1 m rebounds to a height of 40 cm. Find the impulse and the average force between the ball and the ground if time during which they are in contact was 0.1 s.

A ball of mass 200g falls from a height of 80 cm . If g= 10m//s^(2) , what momentum is transferred to the floor by the ball? Assume that the ball does not rebound.

A bouncing ball of mass 200 g falls from the height of 5m on a horizontal ground. After every impact with the ground, the velocity of the ball decreases by (1)/(2) times. The total momentum the ball imparts on to the ground after 3 impacts is (Let g=10m//s^(2) )

A steel ball of mass 0.5 kg is dropped from a height of 4 m on to a horizontal heavy steel slab. The collision is elastic and the ball rebounds to its original height. Calculate the impulse delivered to the ball during impact.

A steel ball of mass 0.5 kg is dropped from a height of 4 m on to a horizontal heavy steel slab. The collision is elastic and the ball rebounds to its original height. If the ball is in contact with the slab for 0.002 s, find the average reaction force on the ball during impact.